Spacetime and the Nature of Quantum Objects

Anupam Mazumdar

Armin Nikkhah Shirazi

The Feynman path integral is an essential part of our mathematical description of fundamental nature at small scales. However, what it seems to say about the world is very much at odds with our classical intuitions, and exactly why nature requires us to describe her in this way is currently unknown. We will describe here a possibility according to which the path integral may be the spacetime manifestation of objects existing in a lower-dimensional analog of spacetime until they give rise to the emergence of spacetime objects under a process that is currently labeled a ‘Quantum Measurement’. This idea is based on a mathematical distinction which at present does not appear to be widely appreciated.

Armin Nikkhah Shirazi

The Feynman path integral is an essential part of our mathematical description of fundamental nature at small scales. However, what it seems to say about the world is very much at odds with our classical intu-itions, and exactly why nature requires us to describe her in this way is currently unknown. We will describe here a possibility according to which the path integral may be the spacetime manifestation of objects existing in a lower-dimensional analog of spacetime until they give rise to the emergence of spacetime objects under a process that is currently labeled a ‘Quantum Measure-ment’. This idea is based on a mathematical distinction which at present does not appear to be widely appreci-ated.

Carl Friedrich von Weizsäcker, Thomas Görnitz, Holger Lyre

Barry Kieran Radcliffe

This paper presents a conceptual reinterpretation of the photon within the Relational Lens framework. While preserving the established mathematics of Maxwell's equations, Special Relativity, and Quantum Electrodynamics, it proposes that the photon is more naturally understood as a delocalized relational process bounded by localized emission and absorption interactions, rather than as a continuously localized object propagating through preexisting spacetime. This relational ontology provides a unified conceptual interpretation of wave-particle duality, interference, quantum measurement, entanglement, the null spacetime interval, and the roles of wavelength, frequency, and energy. The work is interpretive rather than mathematical, offering an alternative ontological perspective that remains fully consistent with established experimental physics while suggesting a broader relational foundation for the emergence of operational spacetime.